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2010.G. 50256 - Sequence

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Volume problems

• 2009.G. 50260 - What about judges?
• 2009.H. 50268 - Triangles
• 2009.I. 50278 - ATM
• 2010.A. 50287 - Providers
• 2010.B. 50281 - Primes
• 2010.D. 50277 - Unusual Lottery
• 2010.E. 50664 - Polygons
• 2010.F. 50265 - Liars and Knights
• 2010.G. 50256 - Sequence
• 2010.H. 50282 - Coins
• 2010.I. 50257 - Galls village
• 2010.J. 50258 - String manipulations
• 2007.C. 50640 - Cubes
• 2007.D. 50271 - Factorial
• 2007.K. 50276 - Nice Floor
• 2007.A. 50671 - Phalanx
• 2007.B. 50270 - Bitsorting

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Time limit 3000/4000/4000/4000 ms. Memory limit 65000/65000/65000/65000 Kb.
Автор: Кирилл Бутин, ПГУ.

You are given an infinite sequence of integers:
A0 = 0
Ai = ( Ai-1 + q ) mod p, for i > 0

Where p is a prime number, a mod p is reminder of division a by p.

Your task is to count how many integers in the range [0..p-1] are not included in this sequence. Notice that p can be very large.

Input
The first line contains one prime integer p.
The second line contains one integer q. (0 ≤ qp ≤ 10100).

Output
Output a single number – the answer for the problem.

Input 1 Output 1
5
1
0

Для отправки решений необходимо выполнить вход.

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